I'm sorry but there is no answer for that.
here is why:
if we formed this in an equation to find the answer - x^2+19x-15
then we try to factor
AC= (-15)
-15/1 = (15/1), (5/1), (3/1), (1), (-1), (-3/1), (-15/1)
15-1=-15*
15-1=14
-15+1=-14
3-5=-15*
3-5=-2
-3+5=2
none of these factors add up to 19 and so there is no rational numbers that multiply to -15 and add to 19
The two numbers you are looking for are -15 and 4. When you multiply -15 and 4, you get -60, and when you add them together, you get -13.
The two numbers that multiply to -30 and add up to 13 are 15 and -2. When you multiply 15 and -2, you get -30, and when you add them together, you get 13.
The two numbers you are looking for are 8 and 15. When you multiply them, 8 × 15 equals 120, and when you add them, 8 + 15 equals 23. However, there's an error in the conditions provided since no two numbers can multiply to 120 and add to 43.
The two numbers are -2 and -15
The two numbers that multiply to -15 and add up to 2 are 5 and -3. When you multiply 5 and -3, you get -15, and when you add them together, you get 2.
23
31
There are no such numbers but if you meant -135 then the numbers are -9 and 15
-23
5 and -3
-71
110 and -95